The Study on Flood Runoff Simulation using Runoff Model with Gauge-adjusted Radar data
0
조회
0
다운로드
9
인용
0
참고문헌
키워드
초록
Changes in climate have largely increased concentrated heavy rainfall, which in turn is causing enormous damages to humans and properties. Therefore, it is important to understand the spatial-temporal features of rainfall. In this study, RADAR rainfall was used to calculate gridded areal rainfall which reflects the spatial-temporal variability. In addition, Kalman-filter method, a stochastical technique, was used to combine ground rainfall network with RADAR rainfall network to calculate areal rainfall. Thiessen polygon method, Inverse distance weighting method, and Kriging method were used for calculating areal rainfall, and the calculated data was compared with adjusted areal RADAR rainfall measured using the Kalman-filter method. The result showed that RADAR rainfall adjusted with Kalman-filter method well-reproduced the distribution of raw RADAR rainfall which has a similar spatial distribution as the actual rainfall distribution. The adjusted RADAR rainfall also showed a similar rainfall volume as the volume shown in rain gauge data. Anseong-Cheon basin was used as a study area and the RADAR rainfall adjusted with Kalman-filter method was applied in VfloTM model, a physical-based distributed model, and ModClark model, a semi-distributed model. As a result, VfloTM model simulated peak time and peak value similar to that of observed hydrograph. ModClark model showed good results for total runoff volume. However, for verifying the parameter, VfloTM model showed better reproduction of observed hydrograph than ModClark model. These results confirmed that flood runoff simulation is applicable in domestic settings(in South Korea) if highly accurate areal rainfall is calculated by combining gauge rainfall and RADAR rainfall data and the simulation is performed in link to the distributed hydrological model.
Abstract
Changes in climate have largely increased concentrated heavy rainfall, which in turn is causing enormous damages to humans and properties. Therefore, it is important to understand the spatial-temporal features of rainfall. In this study, RADAR rainfall was used to calculate gridded areal rainfall which reflects the spatial-temporal variability. In addition, Kalman-filter method, a stochastical technique, was used to combine ground rainfall network with RADAR rainfall network to calculate areal rainfall. Thiessen polygon method, Inverse distance weighting method, and Kriging method were used for calculating areal rainfall, and the calculated data was compared with adjusted areal RADAR rainfall measured using the Kalman-filter method. The result showed that RADAR rainfall adjusted with Kalman-filter method well-reproduced the distribution of raw RADAR rainfall which has a similar spatial distribution as the actual rainfall distribution. The adjusted RADAR rainfall also showed a similar rainfall volume as the volume shown in rain gauge data. Anseong-Cheon basin was used as a study area and the RADAR rainfall adjusted with Kalman-filter method was applied in VfloTM model, a physical-based distributed model, and ModClark model, a semi-distributed model. As a result, VfloTM model simulated peak time and peak value similar to that of observed hydrograph. ModClark model showed good results for total runoff volume. However, for verifying the parameter, VfloTM model showed better reproduction of observed hydrograph than ModClark model. These results confirmed that flood runoff simulation is applicable in domestic settings(in South Korea) if highly accurate areal rainfall is calculated by combining gauge rainfall and RADAR rainfall data and the simulation is performed in link to the distributed hydrological model.
참고문헌 (32)
- Ahnert, P.R., "Kalman filter estimation of radar-rainfall mean field bias", 23rd Radar Meteorology Conf. Amer. Meteor. Soc., pp.33~37 (1986)
- Anagnostou, E.N., "Mean-field rainfall bias studies for WSR-88D", Journal of hydrologic engineering, 3(3), pp.149~159 (1998)
- Byung Sik Kim, "Sensitivity Analysis for VfloTM Model In Jungnang", 2007 Conf. Korea Society of Civil Engineers, Korea, pp.2010~2014 (2007)
- Byung Sik Kim, "Flood simulation using rainfall data from rain gauges and radar by Conditional Merging method" (2007), IAHR
- Chumchean, S., "Radar rainfall error variance and its impact on radar rainfall calibration", Journal of Physics and chemistry of the earth, 28, pp.27~39 (2003)
- Dinku, T., "Improving radar based estimation of rainfall over complex terrain", Journal of Applied Meteorology, 41, pp.1163~1178 (2002)
- Emerson, C.H., "Evaluation of the additive Effects of storm water detention basins of the watershed" (2003), Univ. of Drexel
- Henry, H. R., "Kalman filter in real-time hydrologic forecasting", A tutorial Third Water Resources Operation and Management Workshop, pp.184~194 (1998)
- Hoblit, B.C., "Radar Estimates + gauge Data: A Perfect Union", pp.22~24 (2005), Southwest Hydrology
- Hydrologic Engineering Center, "HEC-GeoHMS User's Manual" (2003), US Army Corps of Engineers
- HEC-DSSVue User's Manual, "Hydrologic Engineering Center", US Army Corps of Engineers, ~ (2005)
- James A. Smith, "Estimation of the Mean Field Bias of Radar Rainfall Estimates", Journal of Applied Meteorology, 30, pp.397~412 (1991)
- Johnson, D., "Comparing mean areal precipitation estimates from NEXRAD and rain gauge network", Journal Hydrologic Engineering, 4(2), pp.117~124 (1999)
- Kalman, R.E., "A new approach to linear filtering and prediction problems", Journal of Basic Engineering, 82, pp.5~45 (1960)
- Kalman, R. E., "New Results in Linear Filtering and Prediction Theory", Journal of Basic Engineering Transaction of the ASME, 83(1961), pp.95~108 (1961)
- Koistinen, J., "An improved spatial gauge-radar adjustment technique", proc. 20th Conference on Radar Meteorology, pp.179~186 (1981), AMS
- Krajewski, W.F., "A monte Carlo study of rainfall sampling effect on a distributed catchment model", Water Resources Research, 27(1), pp.119~128 (1991)
- Kull, D.W., "Volution of Clark’ Unit Graph Method to Spatially Distributed Runoff", Journal of Hydrologic Engineering, 3(1), pp.9~19 (1998)
- Ogden, F.L., "Runoff model sensitivity to radar rainfall resolution", Journal of Hydrology, 158, pp.1~18 (1994)
- Seo, D. J., "Real-time estimation of mean field bias in radar rainfall data", Journal of Hydrology, pp.131~147 (1999)
- Smith, J.A., "Estimation of mean field bias of radar rainfall estimates", Journal of applied meteorology, 30, pp.397~412 (1991)
- Sun, G., "Climate change impact on the hydrology and productivity of a pine plantation", Journal of the American Water Resources Association, 36(2), pp.367~374 (2000)
- Vieux, B.E., "Assessing Urban Hydrologic Prediction Accuracy Through Event Reconstruction", Journal of Hydrology, pp.217~236 (2004)
- Vieux, B. E., "Distributed Hydrologic Modeling Using GIS", pp.293~ (2004), Kluwer Academic Publishers
- Vieux, B. E., "Operation Deployment of a Physicsbased Distributed Rainfall-runoff Model for Flood Forecasting in Taiwan", International Symposium on information from Weather Radar and Distributed Hydrologic Modeling (2003)
- Vieux, B.E., "Distributed Hydrologic Modeling Using GIS" (2004), Kluwer Academic Publishers
- Vieux, B.E., "VfloTM Model Advanced Training", ~ (2005)
- Vieux, B.E., "Distributed Hydrologic Modeling Using GIS", pp.293~ (2001), Kluwer Academic Publishers
- Vieux, B.E., "Evaluation of urban hydrologic prediction accuracy for real-time forecasting using radar", American Meteorological Society 18th Conference on Hydrology (2004)
- Vieux, B.E., "Evaluation of a physics-based distributed hydrologic model for flood forecasting", Journal of Hydrology, 298, pp.154~155 (2004)
- Vieux, B.E., "Vflo: a real-time distributed hydrologic model", Proceedings of the Second Federal Interagency Hydrologic Modeling Conference (2002)
- Vieux,B.E., "Assessing urban hydrologic prediction accuracy through event reconstruction", Journal of Hydrology, 299, pp.217~236 (2004)
